CSIR NET Maths
How candidates actually lose marks
A worked solution tells you the right answer. It does not tell you why the answer you chose looked right — which is the only question worth asking after getting one wrong.
We work through the wrong options on this site and name the specific mistake that produces each one — 2247 of them so far. 2002 fall into the 13 kinds of error that actually repeat; the other 245 are one-offs. The families are ranked below by how often each one appears — not by how important it sounds.
2247 wrong options analysed2002 in 13 families201 readable free
Common questions
- What are the most common mistakes in CSIR NET Mathematical Sciences?
- They are mistakes of reasoning rather than of topic, and they repeat. The families collected on this page are the recurring ones: applying a theorem outside the hypothesis it needs, treating a boundary case as though it were generic, confusing a condition with its converse, and arithmetic slips under time pressure. A candidate who keeps losing marks usually has three or four of these, not fifty weak topics.
- Why do I keep picking the wrong option even when I know the topic?
- Because the wrong options are constructed, not random. Each one is built to be what you get if you make a specific error — the answer you would reach having forgotten one hypothesis. Knowing the topic does not protect you from that; noticing which error the option was built from does.
- Does negative marking make guessing a bad idea in CSIR NET?
- Only blind guessing. Part A deducts 0.5 against 2 for a correct answer and Part B deducts 0.75 against 3, so a question narrowed to two options has positive expected value in both. Guessing across four does not. Part C has no negative marking at all, but awards nothing unless you select exactly the correct set.
- How do I stop making the same mistake in Part C?
- Part C is scored all-or-nothing across multiple correct options, so ruling an option out is worth exactly as much as ruling one in. That makes it the part where a single unexamined habit costs whole questions rather than fractions of a mark. Working through wrong options sorted by the mistake behind them — rather than by topic — is what makes the habit visible.